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Orientation-singularity and orientation capability analysis of Stewart Platform based on unit quaternion representation

机译:基于单元四元数表示的Stewart平台定向奇异性与定向能力分析

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This paper mainly addresses the orientation-singularity and orientation capability analyses of the Stewart Platform. Employing a unit quaternion to represent the orientation of the moving platform, an analytical symbolic expression which represents the orientation-singularity locus of the mechanism at a given position, is derived. It is shown that for the Stewart Platform, it must exist a singularity free orientation void in the orientation space around the orientation origin for each position in the position-workspace, and then a new performance index which describes the orientation capability of the mechanism at a given position is presented. Furthermore, effects of the geometric parameters and the position of the moving platform on the orientation capability of the mechanism are also presented in detail in this paper.
机译:本文主要讨论Stewart平台的定向奇异性和定向能力分析。利用单位四元数来表示移动平台的方向,可以得出一个解析符号表达式,该表达式表示机构在给定位置的方向奇异性轨迹。结果表明,对于Stewart平台,它必须在位置工作空间中每个位置的定向原点周围的定向空间中存在无奇点的定向空隙,然后是一个新的性能指标,该指标描述了该机构在一个位置上的定向能力。给出给定的位置。此外,本文还详细介绍了几何参数和移动平台的位置对机构定向能力的影响。

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